The central financial institution recently scaled again its expectations for interest rate cuts in 2025, which weighed on bitcoin costs. If the Fed slows down its price cuts, Treasury yields could stay excessive, making them more engaging to traders in comparison with riskier property corresponding to bitcoin. By 2030, we predict that the Bitcoin value might reach the utmost value of $531,392 while the minimal price may be trading round $342,253 as per our BTC worth prediction for 2030. Bitcoin’s value in 2028 is projected to stabilize, driven by increasing adoption and improved market dynamics.
<h2>Bitcoin Historic</h2>
Still, Bitcoin’s past efficiency has demonstrated that it has all the time recovered, even after probably the most dramatic bubble bursts. Due to rising inflation, the buying power of the US greenback is weakening. Here are some experts who've toned down their Bitcoin expectations going into 2025.
This plan would contain the government accumulating massive quantities of Bitcoin over the coming years. Damian Chmiel, analyst and senior editor at Finance Magnates, can be in the buy camp, believing that the Fed will play a giant position in where bitcoin’s value goes over the next 12 months. If you wish to know what will happen in 2025 and 2026, evaluate previous durations which have had a change in authorities, record-high deficits and sensitive markets. We are predicting more money printing (QE), a reassessment of inflationary targets and truthful weather for cryptocurrency. Bitcoin’s price is predicted to rise to $161,105 by year-end 2025, according to the average prediction from Finder’s panelists. According to Castle Island Ventures Partner Nic Carter, the legislative focus will be on getting stablecoin legislation handed first.
<ul> <li>Firstly, at CoinPedia, we feel optimistic about Bitcoin’s price enhance.</li> <li>While compensation preparations could affect the order, position or placement of product data, it would not influence our evaluation of those merchandise.</li> <li>A rising 50-day SMA signifies a constructive BTC worth pattern in the medium time period, whereas a dropping SMA signifies the other.</li> <li>Modern bitcoin platforms make it simple to dollar-cost common into bitcoin.</li> <li>This reduction in supply has added to the already bullish sentiment, additional driving demand.</li></ul>
“There are continued assaults on bitcoin’s environmental impacts, with the White House proposing a tax of up to 30% on bitcoin miners within the US,” Sciberras says. Then there's the contentious debate about ‘inscriptions’ on the bitcoin blockchain, which are shops of data such as movies, audio, and textual content files. “The (approval) may funnel between USD$30 billion (CAD$42 billion) to USD$300 billion (CAD$421 billion) into bitcoin,” he says.

If Bitcoin were to realize widespread acceptance as a global reserve forex, it might problem the dollar’s place as the world’s primary reserve asset, introducing new financial dynamics. Bitcoin placed one other report high at $73,096 which remained the excessive until November. So, the bullish momentum stays sturdy, further solidified by institutional endorsement. BTC printed a new high in January 2025 above $109,000 as Donald Trump took workplace and the SEC chair resigned, as markets await extra clarity on crypto legislation.
Join him on this journey to reshape the world of finance, one post at a time. This mannequin has been extremely correct, apart from the ‘crypto winter’ in 2022, when it deviated to the bearish aspect. The cryptocurrency market lost tens of billions at the time, and many digital assets followed in BTC‘s footsteps. Macroeconomic conditions remain a significant factor influencing bitcoin’s efficiency. Global financial uncertainty, driven by inflationary pressures, geopolitical conflicts and shifts in monetary policy, will proceed to form financial markets.

<h3>Bitcoin In 2025: Crypto Regulatory Shifts</h3>
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="600px" alt=" <a href=" https: pumpedge.com ">Bitcoin price prediction " 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"/&gt;
In Europe, rising inflation charges and political instability ? exacerbated by coalition collapses in main economies like Germany and France ? add further complexity. The occasions of 2024 have sparked a variety of predictions for bitcoin’s value in 2025, reflecting various ranges of optimism and warning. The above desk exhibits that past halving occasions have established long-term bullish drivers for Bitcoin’s price. The Bitcoin halving event relates to its deflationary tendency and crushing its provide, which helps the Bitcoin value to rise further.
The crypto market entered one other bullish section and by the tip of that yr, Bitcoin broke above $20,000. BTC/USD surged to $61,119 by March 2021 and after a retreat in the summer, Bitcoin placed a new document excessive at $64,402 by November that yr. In 2022 the value retreated to $16,449 as the struggle on cryptos commenced, which was a fantastic place to buy Bitcoin.
<div style="text-align:center"> <iframe width="565" height="316" src="https://www.youtube.com/embed/KYGkNJlCRnA" frameborder="0" alt="Bitcoin price prediction" allowfullscreen></iframe></div>

My BTC price prediction is based on bitcoin’s historical cycles, 2024 halving event and rapidly growing institutional adoption. I also consider how macroeconomic elements like inflation and potential price cuts could enhance demand. Nowadays consultants in crypto are predicting a gain for BTC iin 2025, with costs possibly reaching wherever between one hundred ten,000$ and 125,000$. This optimism is basically pushed by elements like institutional adoption, increasing integration of Bitcoin into international monetary methods, and the anticipation of clearer regulatory frameworks. Moreover, individuals do hope that Trump`s promises to create a federal "bitcoin reserve" that may be a national asset of all of the United States will be saved, which may lead to a heavy strike of BTC`s value.